Math, asked by tanojkumar753, 5 months ago

the average of a certain list of numbers is the **** value of the set

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Answered by arunabalamohapatra
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The mean, or arithmetic mean, is the average value of a set of numbers. More specifically, it's the measure of a "central" or typical tendency in a given set of data.

The mean, or arithmetic mean, is the average value of a set of numbers. More specifically, it's the measure of a "central" or typical tendency in a given set of data.Mean—often simply called the "average"—is a term used in statistics and data analysis. In addition, it's not unusual to hear the words "mean" or "average" used with the terms "mode," "median," and "range," which are other methods of calculating the patterns and common values in data sets.

The mean, or arithmetic mean, is the average value of a set of numbers. More specifically, it's the measure of a "central" or typical tendency in a given set of data.Mean—often simply called the "average"—is a term used in statistics and data analysis. In addition, it's not unusual to hear the words "mean" or "average" used with the terms "mode," "median," and "range," which are other methods of calculating the patterns and common values in data sets.Briefly, here are the definitions of these terms:

The mean, or arithmetic mean, is the average value of a set of numbers. More specifically, it's the measure of a "central" or typical tendency in a given set of data.Mean—often simply called the "average"—is a term used in statistics and data analysis. In addition, it's not unusual to hear the words "mean" or "average" used with the terms "mode," "median," and "range," which are other methods of calculating the patterns and common values in data sets.Briefly, here are the definitions of these terms:Mode — the value that appears most frequently in a data set

The mean, or arithmetic mean, is the average value of a set of numbers. More specifically, it's the measure of a "central" or typical tendency in a given set of data.Mean—often simply called the "average"—is a term used in statistics and data analysis. In addition, it's not unusual to hear the words "mean" or "average" used with the terms "mode," "median," and "range," which are other methods of calculating the patterns and common values in data sets.Briefly, here are the definitions of these terms:Mode — the value that appears most frequently in a data setMedian — the middle value of a data set (when arranged from lowest value to highest)

The mean, or arithmetic mean, is the average value of a set of numbers. More specifically, it's the measure of a "central" or typical tendency in a given set of data.Mean—often simply called the "average"—is a term used in statistics and data analysis. In addition, it's not unusual to hear the words "mean" or "average" used with the terms "mode," "median," and "range," which are other methods of calculating the patterns and common values in data sets.Briefly, here are the definitions of these terms:Mode — the value that appears most frequently in a data setMedian — the middle value of a data set (when arranged from lowest value to highest)Range — the difference between the highest and smallest values in a data set

The mean, or arithmetic mean, is the average value of a set of numbers. More specifically, it's the measure of a "central" or typical tendency in a given set of data.Mean—often simply called the "average"—is a term used in statistics and data analysis. In addition, it's not unusual to hear the words "mean" or "average" used with the terms "mode," "median," and "range," which are other methods of calculating the patterns and common values in data sets.Briefly, here are the definitions of these terms:Mode — the value that appears most frequently in a data setMedian — the middle value of a data set (when arranged from lowest value to highest)Range — the difference between the highest and smallest values in a data setSo what is the purpose of the mean exactly? If you have a data set with a wide range of numbers, knowing the mean can give you a general sense of how these numbers could essentially be put together into a single representative value.

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